Coordinates of an area graph
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I've got 9 equations (correspond Y-axe) and 9 sections (correspond X-axe) from which I plot an Area Graph.
Equations:
M1 = -F_E_1*sind(alpha_E_1+gama_1)*(x1) + F_E_2*sind(alpha_E_2+gama_1)*(x1);
M2 = M1i_max + T1i_max*(x2) + F_D*sind(alpha_D+gama_1)*(x2);
M3 = M2i_max + T2i_max*(x3) - F_C_1*sind(alpha_C_1-gama_1)*(x3);
M4 = M3i_max + N3i_max*R_1*(1-cosd(phi_4)) + T3i_max*R_1*sind(phi_4);
etc
x-axe sections:
x1p = 0 : l1/50 : l1;
x2p = l1 : l2/50 : l1+l2;
x3p = l1+l2 : l3/50 : l1+l2+l3;
x4p = l1+l2+l3 : ra4/50 : l1+l2+l3+ra4;
etc
Ten I plot the Area graph:
subplot(3,1,3); % Moments
title('Momentové složky [Nmm]')
hold on
area(x1pr,M1r);
area(x2pr,M2r);
area(x3pr,M3r);
area(x4pr,M4r);
area(x5pr,M5r);
area(x6pr,M6r);
area(x7pr,M7r);
area(x8pr,M8r);
area(x9pr,M9r);
set(gca,'XTick', 0:50:1200);
grid on
colorbar
And the final result is here:
Now I need to find coordinates of the point, where is maximum.
I found maximum by:
maximumM=max([M1 M2 M3 M4 M5 M6 M7 M8 M9 ]); %max M
So I have the y-axe value (which is › Max: 141499.264 [Nmm])
But I don't know how to find the location of this maximum. The problem is (maybe) because the plot curve is not from 1 equation, but from 9 of them. I don't know if this is problem.
Can anybody help please? I tried to find the solution here and in google but to no avail.
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